A new modification nonlinear conjugate gradient method with strong wolf-powell line search

Chergui Ahmed (University Khenchela)
Bouali Tahar (University Tebessa)

Indonesian Journal of Electrical Engineering and Computer Science
Vol 18, No 1: April 2020

The conjugate gradient method has played a special role in   solving large-scale unconstrained Optimization problems. In this paper, we propose a new family of CG coefficients that   possess    sufficient descent conditions and global convergence properties this CG method is similar to (Wei et al) [7].  Global convergence   result is established under Strong Wolf-Powell line search. Numerical results to find  the  optimum solution of some test  functions show the   new proposed formula has the best result in CPU time and the number of iterations, and the number of gradient evaluations when it comparing with FR, PRP, DY, and WYL